2 citations · 2 across the 4 of their papers we have counts for
7 papers
Covering Radius and Deep Holes of Hyperderivative Reed-Solomon Codes under the NRT Metric
Zhihao Zhu, Haojie Gu, Jun Zhang +1
The deep hole problem is a fundamental problem in coding theory, and it has many important applications in code constructions and cryptography. The deep hole problem of Reed-Solomo…
On Twisted Roth-Lempel Codes
Huiyue Lei, Haojie Gu, Jun Zhang +1
In 1989, Roth and Lempel constructed a well-known family of non-Reed-Solomon maximum distance separable (MDS) codes. For decades, this family of codes has attracted extensive resea…
Two variants of Twisted Reed-Solomon Codes
Haojie Gu, Huiyue Lei, Jun Zhang
Generalized Reed-Solomon codes and twisted generalized Reed-Solomon codes provide important sources of maximum distance separable codes. In this paper, we study two variants obtain…
The dimensions of Schur squares of HRS codes
Haojie Gu, Zhihao Zhu, Jun Zhang
The Schur square of linear codes over a finite field has emerged as a fundamental operation in both classical and quantum coding theory. In this paper, we investigate the Schur squ…
Unique Decoding of Hyperderivative Reed-Solomon Codes
Haojie Gu, Jun Zhang
Error-correcting codes are combinatorial objects designed to cope with the problem of reliable transmission of information on a noisy channel. A fundamental problem in coding theor…
Deep holes of a class of twisted Reed-Solomon codes
Haojie Gu, Nan Wang, Jun Zhang
The deep hole problem is a fundamental problem in coding theory, and it has many important applications in code constructions and cryptography. The deep hole problem of Reed-Solomo…
On twisted generalized Reed-Solomon codes with l twists
Haojie Gu, Jun Zhang
In this paper, we study a class of twisted generalized Reed-Solomon (TGRS) codes with general l twists. A sufficient and necessary condition for the TGRS codes to be MDS or l-MDS (…